pgserver3.0/pgserver/application/admin/controller/Test.php

<?php

namespace app\admin\controller;

use app\admin\service\BocCfService;
use app\admin\service\OssService;
use app\admin\service\SurveyService;
use app\lib\AESCrypto;
use app\lib\DesCrypto;
use app\lib\MySm4;
use app\lib\NewSm4;
use app\lib\Sm4Utils;
use app\util\Tools;
use OneSm\Sm3;
use OneSm\Sm4;
use think\Db;
use Overtrue\Pinyin\Pinyin;
use think\facade\Env;
use think\facade\Log;
use PHPExcel_IOFactory;
use PHPExcel_Reader_Exception;
use PHPExcel_Exception;

class Test extends Base
{
    private $des_key = 'PMCSEKEY'; // todo 加密解密key
//    private $des_iv = '\0x12\0x34\0x56\0x78\0x90\0xab\0xcd\0xef'; // todo 加密解密向量iv
    private $des_iv = '1234567890ABCDEF'; // todo 加密解密向量iv

    function shouldReport(int $currentPosition, float $deductRate): bool
    {
        $actualConversion = 0;
        $deductionRatio = 0.55;
        $backConversion = 0;
        $clickNum = 100;
        for($i = 1; $i <= $clickNum; $i++) {
            $actualConversion++;
            if ($backConversion <= $actualConversion * (1 - $deductionRatio)) {
                $backConversion++;
                echo "第{$i}次转化，回传量：{$backConversion}\n";
            }
        }

        echo "实际转化量：{$actualConversion}\n";
        echo "回传量：{$backConversion}\n";
        return true;
    }

    function getReportResult() {
        $actualConversion = 0;
        $deductionRation = 0.93;
        $backConversion = 0;
        $clickNum = 381;
        for($i = 1; $i <$clickNum; $i++) {
            $actualConversion++;
            if ($backConversion <= $actualConversion * (1-$deductionRation)) {
                $backConversion++;
                echo "第{$i}次转化，回传量: {$backConversion}\n";
            }
        }
        echo "实际转化量：{$actualConversion}\n";
        echo "回传量：{$backConversion}\n";
    }

    public function changeArrayToString($data) {
        foreach ($data as $k => $v) {
            if (is_array($v)) {
                // 递归处理子数组
                $processedValue = $this->changeArrayToString($v);

                // 判断是否为索引数组（键为0,1,2...的连续整数）
                $isIndexed = false;
                if (!empty($processedValue)) {
                    $keys = array_keys($processedValue);
                    $isIndexed = ($keys === range(0, count($processedValue) - 1));
                }

                if ($isIndexed) {
                    // 索引数组：将子元素转为字符串并用逗号连接
                    $data[$k] = implode(',', array_map('strval', $processedValue));
                } else {
                    // 关联数组：保持结构，值已递归处理为字符串
                    $data[$k] = $processedValue;
                }
            } else {
                // 非数组值直接转为字符串
                $data[$k] = strval($v);
            }
        }
        return $data;
    }

    public function test()
    {
        $temp_file  = str_replace('\\', '/', tempnam(sys_get_temp_dir(), 'cos_'));
        dump($temp_file);
        die;
//        dump($this->getReportResult());
//        die;
//        // 1
//        // 2
//        $res = $this->shouldReport(24, 93);
//        dump($res);
//        die;
//
//        $real_click = 1;
//        $rate       = 55;
//        $tmp        = ceil((100 - $rate) / 100 * 10 - 1);
//        dump($tmp);
//        die;
//        $res = $real_click % $tmp;
//        dump($res);
//
//        die;

        /*$sm4                = new NewSm4();
        $data               = [
            'enquiryInfoReq' => [
                'dealNo'        => 'test1001',
                'fileType'      => '01',
                'fileName'      => 'a.txt',
                'fileContent'   => 'abcdefg',
                'estimateTimes' => '01',
                'message'       => '无',
                'tlrname'       => '游*',
                'oprTel'        => '0000000',
                'bnkno'         => '17850',
                'type'          => '01',
            ]
        ];
        $result             = array_merge([
            'tranno'    => 'E002',
            'channelno' => 'EST',
            'comno'     => 'EST13',
            'isn'       => (new BocCfService())->genIsn(),
        ], $data);
        $encrypt_content    = $sm4->setKey('2fb0e7538089bd3a46ce946dabeaf88f')->encryptData(json_encode($result, 256));
        $estimate_timestamp = (int)round(microtime(true) * 1000);
        $sm3                = new Sm3();
        $estimate_sign      = $sm3->sign($estimate_timestamp . json_encode($result, 256));
        $res = curlRequest('http://123.207.51.47/GZSrv/public/index.php/admin/boccf/gz_estimate', 'post', http_build_query([
            'tranno' => 'E002',
            'content' => $encrypt_content,
        ]), [
            'Content-Type: application/x-www-form-urlencoded',
            "estimate_timestamp: $estimate_timestamp",
            "estimate_sign: $estimate_sign",
        ]);
        echo '<pre>';
        print_r($res);
        die;*/

        $str = <<<EOF
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EOF;


//        $str2 = <<<STR
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
//STR;
//        if (preg_match('/^data:image\/(\w+);base64,/', $str2)) {
//            $str22 = substr($str2, strpos($str2, ',') + 1);
//        }
//        $imageData = base64_decode($str22);
//        if ($imageData === false) {
//            echo '解码失败';
//            return;
//        }
//
//        file_put_contents(ROOT_PATH . 'runtime/temp/Screenshot_2025_0602_125716.png', $imageData);
//        die;


        $my_sm4 = new MySm4('2fb0e7538089bd3a46ce946dabeaf88f');
        // 2fb0e7538089bd3a46ce946dabeaf88f
        // 2fb0e7538089bd3a46ce946dabeaf88f
        $a      = $my_sm4->decrypt($str);
//        echo '<pre>';
//        print_r($a);
//        echo '</pre>';
//        die;
        $sm3    = new Sm3();
        $b      = $sm3->sign('1764841895316' . $a);
        $aa     = json_decode($a, 1);
        echo '<pre>';
        print_r($a);
        die;


//        $res = curlRequest('http://183.47.59.6:10081/pmcs-tran/api/estimate', 'post', http_build_query([
//            'tranno' => 'E002',
//            'content' => '873139dbab492e66d5c3bd19e3d2ec8c3413f6ff8f7ecde67d6b3581eb29fea5f5a5a2701df28b43507fb5d5dfa41f1e796e99dd4e0960c5c557b0c65a7bc4a62b491cf06ea4dcbd90dc8b9144ee7d68a4c2f96262103bd96de4e4c078390e8c12f22e36761da7fbd3c89ae38b5e2d30',
//        ]), [
//            'Content-Type: application/x-www-form-urlencoded',
//            'estimate_timestamp: 1751598636629',
//            'estimate_sign: bd6bf1d0847039b21dedbc300522e611c78eb2b15f91f3f0a3d84e5f6ad45993'
//        ]);
//        dump($res);
//        die;


        //密钥：2fb0e7538089bd3a46ce946dabeaf88f
        //sm4("张三")="f202deff4656b14521525b56392f07e1"
        //sm3("1750996654060"+"张三")="9e4ea344722680424c03b02410248b88c8240cf95ea5b52c8c00c44008c63c33"
        // 国密
//        $sm3 = new Sm3();
////        $a = $sm3->sign("1750996654060"."张三");
////        $a = $sm3->sign("1751537129184张三");
//        $a = $sm3->sign('1751593633356{"tranno":"E005","channelno":"EST","com_no":"EST13","isn":"202507040946037911","orgInfoReq":{"tlrname":"游*"}}');
////        $a = $sm3->sign("1751537129184".'873139dbab492e66d5c3bd19e3d2ec8c3413f6ff8f7ecde67d6b3581eb29fea5e6135fb64fc501a396745b37ea48e6bcdfad83cc5f923ce65ebe70e625c6b243e8fa73647bc35636613621ca753d8e5653fef688424f4ec99b41818e641a267b9ebeaf17aaa8bb27a92aec680119a788');
//        dump($a);
//        die;

//        $sm4 = new NewSm4();

//        $original_plain_text_data = '{"tranno":"E005","channelno":"EST","com_no":"","isn":"isn_6865fdd9bae9b1.50223708","orgInfoReq":{"tlrname":"游*"}}';
//        $new_key = '2fb0e7538089bd3a46ce946dabeaf88f';
//
//        $encrypted_text_data = $sm4->setKey($new_key)->encryptData(($original_plain_text_data)); // 加密字符串
//        echo '加密后的数据: '. $encrypted_text_data;
//        echo '<br>';

//        $decrypted_text_data = $sm4->setKey($new_key)->decryptData('6d9b81cf1ad8dfec8876a5650105c35c4e8fe632cff45d2791812fc59e1617c8f2d62c3cb91fe5de1cbd3d336939501fe84dafde1beb590da8b0654657f99a6e51af90b2fbf81ef1a9a07a1916ff6363');
//        dump($decrypted_text_data);
//        die;

        /*$sm42 = new MySm4();
        $encrypted_text_data = $sm42->encrypt($new_key, $original_plain_text_data); // 加密字符串
        echo '加密后的数据: '. $encrypted_text_data;
        echo '<br>';

        $decrypted_text_data = $sm42->decrypt($new_key,$encrypted_text_data);
        echo '解密后的数据: '. ($decrypted_text_data);
        die;*/

        // 加密
        /*$ciphertext = openssl_encrypt($original_plain_text_data, 'sm4-ecb', $new_key, OPENSSL_RAW_DATA);
        echo "加密后的数据：" . bin2hex($ciphertext) . PHP_EOL;

        // 解密
        $decryptedtext = openssl_decrypt($ciphertext, 'sm4-ecb', $new_key, OPENSSL_RAW_DATA);
        echo "解密后的数据：" . $decryptedtext . PHP_EOL;
        die;*/


        //DES/CBC/PKCS5Padding加密
        $des = new DesCrypto($this->des_key, hex2bin($this->des_iv));
//        $enstr = $des->encrypt('{"tranno":"E003","channelno":"EST","com_no":"","isn":"isn_685e5ce08c8d65.84584504","enquiryInfoReq":{"dealNo":"DN2025062700001","estimateDealNo":"GZS20250600140","roomArea":"100.00","unitPrice":"10000.00","totalPrice":"1000000.00","price1":"1000000.00","price2":"1000000.00","tax":"0.00","status":"03","evalTime":"20250627","name":"","telephoneNumber":"","intentFileType":"02","houseAddr":"天安公寓1栋102","coveredArea":null,"completionDate":"20250601","regPrice":"1000000.00","landNo":null,"landLimitDate":"","landBgnDate":"","landEndDate":"","houseProperty":"1","registDate":"20220601","houseUse":"1","ownerName":null}}');
//        print_r($enstr);
//        die;
//        $str = '9UV1RgJtmTw=';
//        $str = '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';
//        $str = '2lp3mO4IJgTh0g/mJAuO9VY1k7ja0/UnawQmSmoGlVhffnMGVBT5gfupppzkeDjd1vJPDgBTWX2FHOdexYBO4OPPUJ6iyKZ3';
        $str  = '2lp3mO4IJgTGhys5R9yTY0C8rziGNkWizGKefwhnHgNTzO2m50373EXUOzdnOcXN+QcFXgEfUXJBaH3gJQV1sgdWMZ8PEgin5QKMeQbUJDYikr9bIum9mQ==';
        $data = $des->decrypt($str);
        print_r($data);
        die;
    }

    public function test2()
    {
        $product_list = Db::name('product')->select();
        foreach ($product_list as $v) {
            $insert_data    = [];
            $code_name_list = Db::name('taxation_item')->where('taxation_id', $v['id'])->column('code_name');
            if (
                (in_array('S', $code_name_list) && !in_array('U', $code_name_list))
                ||
                (!in_array('S', $code_name_list) && in_array('U', $code_name_list))
            ) {
                dump($v);

            }
            /*if(!in_array('S', $code_name_list) && !in_array('U', $code_name_list)) {
                $insert_data[] = [
                    'taxation_id' => $v['id'],
                    'code_name'   => 'S',
                    'name'        => '扣除项目金额',
                    'create_time' => time(),
                ];
                $insert_data[] = [
                    'taxation_id' => $v['id'],
                    'code_name'   => 'U',
                    'name'        => '规定税率',
                    'create_time' => time(),
                ];
                Db::name('taxation_item')->insertAll($insert_data);
            }*/
        }
    }

    public function test3()
    {
        $fileUrl   = 'https://evasys-1352283793.cos.ap-guangzhou.myqcloud.com/uploads/GZIQR_202506191458344775.png';
        $path      = parse_url($fileUrl, PHP_URL_PATH);
        $objectKey = substr($path, 1);
    }

    public function parseContent()
    {
        $content        = $this->request->post('content');
        $boc_cf_service = new BocCfService();
        dump($boc_cf_service->parseContentString($content));
    }

    // 询价申请
    public function gz_estimate()
    {
        $data        = $this->request->post();
        $header      = $this->request->header();
        $boc_service = new BocCfService();
        // 验证请求参数
        if (!$boc_service->checkRequestParams($data)) {
            return $boc_service->buildResponseData(BocCfService::RETURN_CODE_ARRAY['1002']);
        }
        // 验证header信息
        if (!$boc_service->checkRequestHeader(
            $header,
            json_encode($boc_service->parseContentString($data['content']), 256),
        )) {
            return $boc_service->buildResponseData(BocCfService::RETURN_CODE_ARRAY['1001']);
        }

        switch ($data['tranno']) {
            case BocCfService::INQUIRY_APPLY: // 询价申请
                return $boc_service->inquiryApply($data);
            case BocCfService::APPLY_TO_PROVIDE_EVA_REPORT: // 申请出具评估报告
                // todo
                return $boc_service->applyToProvideEvaReport($data);
        }
        return $boc_service->buildResponseData(BocCfService::RETURN_CODE_ARRAY['1000']);
    }

    public function repairEstimatedNo()
    {
        $list        = Db::name('inquiry')
            ->where('estimated_no', 'LIKE', '国中深（预）字【2025】%')
            ->whereNotNull('seal_time')
            ->order('seal_time asc')
            ->select();
        $update_data = [];
        $index_array = [];
        $six_index   = 0;
        $seven_index = 0;
        // 国中深（预）字【2025】第F1B070782-ZG号
//        $res = mb_substr('国中深（预）字【2025】第F1B070782-ZG号', 17, 2);
        $bank_list = [
            '中国工商银行'         => 'GS',
            '深圳农村商业银行'     => 'SN',
            '中国邮政储蓄银行'     => 'YZ',
            '深圳宝安融兴村镇银行' => 'BR',
            '广东华兴银行'         => 'GH',
            '中国民生银行'         => 'MS',
            '招商银行'             => 'ZS',
            '平安银行'             => 'PA',
            '广州银行'             => 'GZ',
            '广东南粤银行'         => 'NY',
            '浙商银行'             => 'ZY',
            '深圳宝安村镇银行'     => 'BC',
            '深圳宝安桂银村镇银行' => 'BG',
            '中国银行'             => 'ZG',
            '兴业银行'             => 'XY',
            '澳门国际银行'         => 'AM',
            '厦门国际银行'         => 'XM',
            '华夏银行'             => 'HX',
            '华商银行'             => 'HS',
            '宁波银行'             => 'NB',
            '交通银行'             => 'JT',
            '中国农业银行'         => 'NY',
            '珠海华润银行'         => 'HR',
            '中国建设银行'         => 'JS',
            '杭州银行'             => 'HZ',
        ];


        foreach ($list as $key => $value) {
            $which_month = mb_substr($value['seal_time'], 5, 2);

            if (!in_array($which_month, ['06', '07'])) continue;

            $one = mb_substr($value['estimated_no'], 0, 17);
            if (!array_key_exists($value['bank_name'], $bank_list)) continue;
            $five = $bank_list[$value['bank_name']];

            if ($which_month == '07') {
                if (empty($index_array[$value['branchCom_id']])) {
                    if (empty($index_array[$value['branchCom_id']]['seven_index'])) {
                        $index_array[$value['branchCom_id']]['seven_index'] = 1;
                    } else {
                        $index_array[$value['branchCom_id']]['seven_index']++;
                    }
                } else {
                    if (empty($index_array[$value['branchCom_id']]['seven_index'])) {
                        $index_array[$value['branchCom_id']]['seven_index'] = 1;
                    } else {
                        $index_array[$value['branchCom_id']]['seven_index']++;
                    }
                }
                $tmp = [
                    'id'    => $value['id'],
                    'one'   => $one,
                    'two'   => $which_month,
                    'three' => str_pad($index_array[$value['branchCom_id']]['seven_index'], 4, '0', STR_PAD_LEFT),
                    'four'  => '-',
                    'five'  => $five . '号',
                ];
            } else {
                if (empty($index_array[$value['branchCom_id']])) {
                    if (empty($index_array[$value['branchCom_id']]['six_index'])) {
                        $index_array[$value['branchCom_id']]['six_index'] = 1;
                    } else {
                        $index_array[$value['branchCom_id']]['six_index']++;
                    }
                } else {
                    if (empty($index_array[$value['branchCom_id']]['six_index'])) {
                        $index_array[$value['branchCom_id']]['six_index'] = 1;
                    } else {
                        $index_array[$value['branchCom_id']]['six_index']++;
                    }
                }
                $tmp = [
                    'id'    => $value['id'],
                    'one'   => $one,
                    'two'   => $which_month,
                    'three' => str_pad($index_array[$value['branchCom_id']]['six_index'], 4, '0', STR_PAD_LEFT),
                    'four'  => '-',
                    'five'  => $five . '号',
                ];
            }
            $update_data[] = $tmp;
        }
        Db::startTrans();
        foreach ($update_data as $key => $value) {
            $res = Db::name('inquiry')->where('id', $value['id'])->update([
                'estimated_no' => $value['one'] . $value['two'] . $value['three'] . $value['four'] . $value['five'],
            ]);
            if ($res === false) {
                Db::rollback();
                Log::debug('res:');
                Log::debug($res);
                return $this->buildFailed('更新失败');
            }
        }
        Db::commit();
        return $this->buildSuccess();
    }

    public function repairEstimatedQrcodeUrl() {
        $ids = Db::name('inquiry')
            ->whereNotNull("estimated_no")
            ->whereNotNull("estimated_qrcode_url")
            ->where('id', 190729)
            ->column('id');
        foreach($ids as $k => $id) {
            $estimate_qrcode_unique_key = md5(uniqid());
            $estimated_qrcode_content     = env("uploadFile.qrcode_url") . "/index.php/admin/Pending/getAnticounterfeitPage?quot_id=" . $id . "&key=" . $estimate_qrcode_unique_key;
            $qrcode_oss_url               = Tools::createQRCode($estimated_qrcode_content);
            if (!empty($qrcode_oss_url)) {
                $res = Db::name('inquiry')->where('id', $id)->update([
                    'estimated_qrcode_url2' => $qrcode_oss_url,
                    'estimate_qrcode_unique_key' => $estimate_qrcode_unique_key,
                ]);
                if (!$res) {
                    Log::debug('更新失败，id:' . $id);
                }
            }
        }

    }

    public function importOldData()
    {

        $file_url = ROOT_PATH . "/public/uploads/20250908/25-1.xlsx";
        $filename = basename($file_url);
        preg_match('/^(\d+)/', $filename, $matches);
        $fileSuffix = isset($matches[1]) ? $matches[1] : '';
        $sqlFileName = 'pg_inquiry_old_data' . ($fileSuffix ? '_' . $fileSuffix : '') . '.sql';

        try {
            // 使用PHPExcel读取Excel文件
            $objReader = PHPExcel_IOFactory::createReaderForFile($file_url);
            $objPHPExcel = $objReader->load($file_url);

            // 获取第一个工作表
            $sheet = $objPHPExcel->getSheet(0);

            // 获取最大行数和列数
            $highestRow = $sheet->getHighestRow();
            $highestColumn = $sheet->getHighestColumn();

            // 定义Excel表头与数据库字段的映射关系
            $fieldMapping = [
                '分支机构' => 'branch_institution',
                '委托方' => 'client',
                '委托类型' => 'client_type',
                '委托方联系人' => 'client_contact',
                '委托方联系电话' => 'client_contact_mobile',
                '业务联系人' => 'business_contact',
                '询价编号' => 'inquiry_number',
                '业务联系人电话' => 'business_contact_mobile',
                '业务员' => 'business_uesr_name',
                '创建人' => 'creator',
                '业务员所属部门' => 'business_user_dept',
                '创建时间' => 'create_date',
                '项目名称' => 'property_full_name',
                '看现场联系人' => 'see_spot_contact',
                '看现场联系人电话' => 'see_spot_contact_mobile',
                '借款人' => 'borrower',
                '业务编号' => 'business_no',
                '互审' => 'mutual_review',
                '初审' => 'first_review',
                '二审' => 'second_review',
                '三审' => 'third_review',
                '终审' => 'final_review',
                '盖章' => 'seal',
                '复印' => 'photocopy',
                '其他' => 'other',
                '环节' => 'link',
                '客户名称' => 'customer_name',
                '已转业务' => 'transferred_business',
                '价格争议' => 'price_disputes',
                '当前处理人' => 'current_handler',
                '询价状态' => 'inquiry_status',
                '评估总值' => 'eva_total_value',
                '总税费' => 'total_taxes',
                '总净值' => 'eva_net_value',
                '法定优先受偿款总额' => 'compensation',
                '回价时间' => 'return_price_time',
                '应补地价总额' => 'land_price_supple',
                '价格说明' => 'price_description',
                '估价师' => 'valuer',
                '是否需查勘' => 'is_need_survey',
                '询价备注' => 'inquiry_remark',
                '转交理由' => 'transfer_reason',
                '单价' => 'eva_unit_price',
                '登记价' => 'reg_price',
                '用途' => '`usage`',
                '产权类型' => 'property_type',
                '委估对象全称' => 'eva_object_full_name',
                '房产证登记日期' => 'reg_date',
                '购买日期' => 'purchase_date',
                '建筑面积' => 'size'
            ];

            // 获取第一行表头，建立列与字段的映射
            $columnMapping = [];
            // 将列名转换为列索引进行遍历（PHPExcel兼容方法）
            $highestColumnIndex = \PHPExcel_Cell::columnIndexFromString($highestColumn);
            for ($colIndex = 0; $colIndex < $highestColumnIndex; $colIndex++) {
                // 将列索引转换回列名
                $col = \PHPExcel_Cell::stringFromColumnIndex($colIndex);
                $headerValue = $sheet->getCell($col . '1')->getValue();
                if (isset($fieldMapping[$headerValue])) {
                    $columnMapping[$col] = $fieldMapping[$headerValue];
                }
            }

            // 生成SQL插入语句
            $sqlContent = "";

            // 从第二行开始读取数据（第一行是标题）
            for ($row = 2; $row <= $highestRow; $row++) {
                $fields = [];
                $values = [];

                // 遍历每一列
                foreach ($columnMapping as $col => $field) {
                    $cellValue = $sheet->getCell($col . $row)->getValue();

                    // 处理空值和特殊字符
                    if ($cellValue === null || $cellValue === '') {
                        $cellValue = 'NULL';
                    } else {
                        // 转义特殊字符，防止SQL注入
                        $cellValue = str_replace("'", "''", $cellValue);
                        $cellValue = "'" . $cellValue . "'";
                    }

                    $fields[] = $field;
                    $values[] = $cellValue;
                }

                // 生成INSERT语句
                $sql = "INSERT INTO pg_inquiry_old_data (" . implode(', ', $fields) . ") VALUES (" . implode(', ', $values) . ");\n";
                $sqlContent .= $sql;
            }

            // 保存SQL文件到public目录
            $sqlFilePath = ROOT_PATH . 'public' . DS . 'uploads' . DS . $sqlFileName;
            file_put_contents($sqlFilePath, $sqlContent);

            // 删除临时文件
//            unlink($file_url);

            // 返回SQL文件的下载链接
            return $this->buildSuccess([
                'sql_file_url' => Env::get('uploadFile.host_url') . DS . 'uploads' . DS . $sqlFileName
            ]);

        } catch (PHPExcel_Reader_Exception $e) {
            return $this->buildFailed('读取Excel文件失败: ' . $e->getMessage());
        } catch (PHPExcel_Exception $e) {
            return $this->buildFailed('Excel操作失败: ' . $e->getMessage());
        } catch (Exception $e) {
            return $this->buildFailed('操作失败: ' . $e->getMessage());
        }
    }

    public function updateLogoPath()
    {
        $oldPattern = 'http://{$_SERVER["HTTP_HOST"]}/GZSrv/public';
        $newPattern = 'http://{$_SERVER["HTTP_HOST"]}/dev/GZSrv/version1/public';

        $sql = "UPDATE pg_estimate 
            SET estimate_sheet = 
                REPLACE(
                    estimate_sheet,
                    '".addslashes($oldPattern)."',
                    '".addslashes($newPattern)."'
                )
            WHERE 
                estimate_sheet LIKE '%".addslashes($oldPattern)."%' AND id = 106";

        try {
            print_r($sql);die;
            $res = Db::execute($sql);
            dump($res);
            die;
            $count = Db::getPdo()->rowCount();
            return "成功更新 {$count} 条记录，路径已从'{$oldPattern}'替换为'{$newPattern}'";
        } catch (\Exception $e) {
            Log::error('LOGO路径更新失败：' . $e->getMessage());
            return "替换失败：" . $e->getMessage();
        }
    }
}